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pychu [463]
3 years ago
12

Which examples demonstrate common education and qualifications for Manufacturing Production Process Development careers? Check a

ll that apply. Answer: A. Hugo uses CAD software to create a product design. D. Latisha is a Mechanical Engineer with a bachelor's degree. E. Oliver carefully calculates the dimensions of a product.
Computers and Technology
2 answers:
kari74 [83]3 years ago
7 0

Answer:

A D E

Explanation:

I got it right on Edge.

Tom [10]3 years ago
3 0

Answer:

The answer is D "Latisha is a Mechanical Engineer with a bachelor's degree"

Explanation:

Workers in Manufacturing Production Process Development are liable for designing plan and plan of the manufacturing process. They work with clients to guarantee the manufacturing process delivers an item that meets or surpasses client expectations. Manufacturing Production Process Development is one of the many career paths in the Manufacturing Industry. Laborers in this Profession Way are liable for fundamental item plans and the plan of the manufacturing process itself. They should reliably draw in with their client to guarantee they produce an item that precisely coordinates their client's necessities. Occupations in this Profession Way incorporate Electrical and Electronic Drafters, Modern Designing Technologists, Assembling Creation Professionals, and Atomic Checking Specialists.

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The set of three integer values for the lengths of the sides of a right triangle is called a Pythagorean triple. These three sid
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Answer:

In Python:

def  Pythagorean_triple(hyp,side1,side2):

   if hyp**2 == side1**2 + side2*2:

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   else:

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print("Hypotenuse\tSide 1\t Side 2\t Return Value")

for i in range(1,501):

   for j in range(1,501):

       for k in range(1,501):

           print(str(i)+"\t"+str(j)+"\t"+str(k)+"\t"+str(Pythagorean_triple(i,j,k)))

Explanation:

This defines the function

def  Pythagorean_triple(hyp,side1,side2):

This checks for pythagorean triple

   if hyp**2 == side1**2 + side2*2:

Returns True, if true

       return True

   else:

Returns False, if otherwise

       return False

               

The main method begins

This prints the header

print("Hypotenuse\tSide 1\t Side 2\t Return Value")

The following is a triple-nested loop [Each of the loop is from 1 to 500]

for i in range(1,501): -->The hypotenuse

   for j in range(1,501): -->Side 1

       for k in range(1,501):-->Side 2

This calls the function and prints the required output i.e. the sides of the triangle and True or False

           print(str(i)+"\t"+str(j)+"\t"+str(k)+"\t"+str(Pythagorean_triple(i,j,k)))

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